Let us draw the graph of the equation 
and calculate the area of the triangle formed by the graph and the axes and write the area.
To remove the denominators we need multiply the whole equation by LCM of denominators i.e.
4x + 3y = 24
Putting different values of x, we get different values of ‘y’, hence we get points for plotting as:
Vertices of the triangle formed by the graph and the Axis are (0,0), (0,8) and (6,0)
This is a Right angle triangle, Area of the Right Angle Triangle = 
As we can see in this Graph base is 6 units and Height is 8 units.
Area = 
Area = 24 Unit2
10